Respuesta :
The first thing to do is to know how many cookies Angie needs to produce knowing that 10% of her production is going to crack.
To produce 100 cookies, Angie must:
90% ---> 100
100% ---> x
Clearing x:
x = (100/90) * (100)
x = 111.1111111
Angie must make 111 cookies.
Each cookie costs $ 2
We have then:
(111.11) * (2) = 222.22 $
As only 100 cookies are sold (the rest is broken):
222.22 / 100 = 2.22 $
Each cookie costs 2.22 $
As Angie wants a 60% profit then:
2.22 * 1.6 = 3.56 $
Answer:
angie should price 3.56 $ each cookie
To produce 100 cookies, Angie must:
90% ---> 100
100% ---> x
Clearing x:
x = (100/90) * (100)
x = 111.1111111
Angie must make 111 cookies.
Each cookie costs $ 2
We have then:
(111.11) * (2) = 222.22 $
As only 100 cookies are sold (the rest is broken):
222.22 / 100 = 2.22 $
Each cookie costs 2.22 $
As Angie wants a 60% profit then:
2.22 * 1.6 = 3.56 $
Answer:
angie should price 3.56 $ each cookie
Angie expects to sell 90 cookies, discarding 10 of them for being cracked. These cookies will cost her $200 to produce. A 60% markup would be $120, so she wants to make a total of $320 on each of 90 cookies. She should charge $320/90 = $3.56 per cookie.